N++ Ultimate Edition achievements

N++ Ultimate Edition

4.2 from 61 votes

There are 26 N++ Ultimate Edition achievements worth 3,108 (1,000)

1,210 tracked gamers have this game, 20 have completed it (1.65%)

Achievement Details

Novice in N++ Ultimate Edition

Novice56 (25)

Beat the entire top row of Solo Episodes

  • Unlocked by 237 tracked gamers (20% - TA Ratio = 2.25) 1,210  

Achievement Guide for Novice

252,671 (143,617)
Achievement not yet won
TA Score for this game: 473
Posted on 16 January 18 at 01:31, Edited on 04 February 18 at 13:18
This solution has 2 positive votes and 0 negative votes. Please log in to vote.
At first i thought, you only have to do one top row from one tab (like Intro), but it did not unlock, so i assume that you have to complete the top rows of every category.

Intro (5 Episodes a 5 Levels)
N++ (20 Episodes a 5 Levels)
Ultimate (20 Episodes a 5 Levels)
Legacy (20 Episodes a 5 Levels)

In total you need to beat 325 single Levels in order to unlock this. This will take a lot of time, i guess, as i bought the game just a few hours ago and i did not finished Intro yet.

The same goes for middle row and bottom row with the same amount of levels (325).
To reach the middle and bottom row you have to beat the interrows as "N++", "Ultimate" and "Legacy" have a total of 5 rows with 20 Episodes with 5 Levels.

To unlock all of the "Row-Achievement" you have to beat a total of 1500 Levels.
Be prepared for a long grind full of despair, anger, bad luck and exploding Ninjas on your journey to complete these.

If anyone can confirm this, i would be glad, as i did not figured out yet where and when the "Expert" Levels unlock for this achievement:

N++ Ultimate EditionNinjaThe Ninja achievement in N++ Ultimate Edition worth 368 pointsBeat the entire expert row of Solo Episodes

Any suggestion for improvement? Instead of a negative vote, tell me what you have found out and i will edit my solution.

EDIT: KinectKid333 reported, that this achievement unlocked by completing the last A Level in the N++-Tab.

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